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\large{Name:} \hfill    \large{Probability for Scientists, Fall 2013}

\hfill    \large{ Bio 409 / Bio 509 / Stat 479 } 

\hfill    \large{ Lab 3 }

\section*{ Lab 3 }
\subsection*{ Summary statstics, expected value, variance }
{\textbf 1.} What story is the author of the this figure trying to tell? Next critique the figure.
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\begin{figure}[ht!]
\centering
\includegraphics[width=120mm]{GAODice.png}
\caption{A figure of questionable origin on the nature of 2d6}
\label{overflow}
\end{figure}
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{\textbf 2.}
Take the figure from 1 and redraft a better version. Include a figure caption.
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{\textbf 3.}
You know something about probability, sample space, and summary statistics. So you are given three sets of dice: 3d4, 2d6, and 1d12. Which set gives you the best chance at winning in a game of craps and why?       
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{\textbf 4.} You only have 3d4. Design a game that gives you similar odds to winning in craps. Be sure to justify your rules based on your knowledge of probability and statisitcs.
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